Question

(1 point) Consider the following small data set. Subject x y 1 10 28 2 14...

(1 point) Consider the following small data set.

Subject x y
1 10 28
2 14 19
3 7 30
4 14 30
5 16 26


Find the linear correlation coefficient.

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Answer #1

Solution ;-

XY X^2 Y 28 100 196 х 10 14 7 14 16 19 30 280 266 210 420 Y^2 784 361 900 900 676 49 30 26 196 256 n sum(XY) sum(x) sum(Y) su

The linear correlation Coefficient is given by the formula,

( 3 )-( ^3)* (x3)-(3) ... (43)(x3) - 3 )

By substituting all values in it, we get,

r = - 0.4617

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